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s="reportNewList"><list><l>143.5</l><l>153.88</l><l>44.46</l><l>F</l></list></block><block s="reportNewList"><list><l>142.5</l><l>147.25</l><l>44.0</l><l>F</l></list></block><block s="reportNewList"><list><l>136.1</l><l>132.32</l><l>27.49</l><l>M</l></list></block><block s="reportNewList"><list><l>140.5</l><l>152.29</l><l>51.85</l><l>M</l></list></block><block s="reportNewList"><list><l>144.1</l><l>144.33</l><l>35.87</l><l>M</l></list></block><block s="reportNewList"><list><l>136.5</l><l>144.62</l><l>36.89</l><l>F</l></list></block><block s="reportNewList"><list><l>136.0</l><l>158.81</l><l>56.4</l><l>F</l></list></block><block s="reportNewList"><list><l>146.8</l><l>160.2</l><l>55.05</l><l>M</l></list></block></list><comment w="90" collapsed="false">27 sixth graders with age, height in cm, weight in kg, and sex</comment></block></block></script></block-definition><block-definition s="round %&apos;input number&apos; to %&apos;n&apos; decimal places" type="reporter" 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